(cf. (REF )) is transverse to the diagonal \(\Delta ^\Gamma \) ; here \(^\ell =\lbrace  J_Y: Y \in ^\ell _* \rbrace \)  is the family of almost complex structures parametrized by \(^\ell _*\) , and \(\mathcal {M}^*(\Gamma ,_\ell ) = \bigcup _{J\in ^\ell } \mathcal {M}^*(\Gamma ,J)\) .
This can be accomplished by an adaptation of [1]}. The proof in op. cit. hinges on [1]}, and it suffices to use the tweak to the latter proposition indicated in [1]}. With that point in place, the proof of [1]} goes through.
